{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "e5ed2af9",
   "metadata": {},
   "source": [
    "# Specifying Lens Sizes\n",
    "\n",
    "The physical aperture of a lens can be specified when adding surfaces by providing the `aperture` argument. This specifies the physical _diameter_ of a lens."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "344c5e85",
   "metadata": {},
   "outputs": [],
   "source": [
    "import optiland.backend as be\n",
    "from optiland.optic import Optic"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "254d3900",
   "metadata": {},
   "outputs": [],
   "source": [
    "class Eyepiece(Optic):\n",
    "    \"\"\"Based on US05587837\"\"\"\n",
    "\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "\n",
    "        # add surfaces\n",
    "        self.add_surface(index=0, radius=be.inf, thickness=be.inf)\n",
    "        self.add_surface(index=1, radius=be.inf, thickness=63.5, is_stop=True)\n",
    "        self.add_surface(\n",
    "            index=2, radius=be.inf, thickness=7.62, material=\"N-LAK10\", aperture=55\n",
    "        )\n",
    "        self.add_surface(index=3, radius=-62.7223, thickness=1.39954, aperture=55)\n",
    "        self.add_surface(\n",
    "            index=4, radius=112.642, thickness=10.16, material=\"N-LAK10\", aperture=55\n",
    "        )\n",
    "        self.add_surface(index=5, radius=-86.0407, thickness=2.23774, aperture=55)\n",
    "        self.add_surface(\n",
    "            index=6, radius=-58.7746, thickness=3.429, material=\"SF11\", aperture=55\n",
    "        )\n",
    "        self.add_surface(\n",
    "            index=7, radius=47.6019, thickness=12.7, material=\"N-LAK9\", aperture=55\n",
    "        )\n",
    "        self.add_surface(index=8, radius=670.814, thickness=0.5588, aperture=55)\n",
    "        self.add_surface(\n",
    "            index=9, radius=44.6933, thickness=12.7, material=\"N-LAK10\", aperture=55\n",
    "        )\n",
    "        self.add_surface(index=10, radius=-236.547, thickness=0.5588, aperture=55)\n",
    "        self.add_surface(index=11, radius=27.1511, thickness=7.62, material=\"SF11\")\n",
    "        self.add_surface(index=12, radius=21.5676, thickness=12.7139)\n",
    "        self.add_surface(index=13)\n",
    "\n",
    "        # add aperture\n",
    "        self.set_aperture(aperture_type=\"EPD\", value=8.0)\n",
    "\n",
    "        # add field\n",
    "        self.set_field_type(field_type=\"angle\")\n",
    "        self.add_field(y=0)\n",
    "        self.add_field(y=12)\n",
    "        self.add_field(y=18)\n",
    "\n",
    "        # add wavelength\n",
    "        self.add_wavelength(value=0.48613270)\n",
    "        self.add_wavelength(value=0.58756180, is_primary=True)\n",
    "        self.add_wavelength(value=0.65627255)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "01c960f8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lens = Eyepiece()\n",
    "lens.draw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "fba5abcf",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "╒════╤═══════════════╤═══════════╤═══════════╤═════════════╤════════════╤═════════╤═════════════════╕\n",
      "│    │ Type          │ Comment   │    Radius │   Thickness │ Material   │   Conic │   Semi-aperture │\n",
      "╞════╪═══════════════╪═══════════╪═══════════╪═════════════╪════════════╪═════════╪═════════════════╡\n",
      "│  0 │ Planar        │           │  inf      │   inf       │ Air        │       0 │          4      │\n",
      "│  1 │ Stop - Planar │           │  inf      │    63.5     │ Air        │       0 │          4      │\n",
      "│  2 │ Planar        │           │  inf      │     7.62    │ N-LAK10    │       0 │         27.5    │\n",
      "│  3 │ Standard      │           │  -62.7223 │     1.39954 │ Air        │       0 │         27.5    │\n",
      "│  4 │ Standard      │           │  112.642  │    10.16    │ N-LAK10    │       0 │         27.5    │\n",
      "│  5 │ Standard      │           │  -86.0407 │     2.23774 │ Air        │       0 │         27.5    │\n",
      "│  6 │ Standard      │           │  -58.7746 │     3.429   │ SF11       │       0 │         27.5    │\n",
      "│  7 │ Standard      │           │   47.6019 │    12.7     │ N-LAK9     │       0 │         27.5    │\n",
      "│  8 │ Standard      │           │  670.814  │     0.5588  │ Air        │       0 │         27.5    │\n",
      "│  9 │ Standard      │           │   44.6933 │    12.7     │ N-LAK10    │       0 │         27.5    │\n",
      "│ 10 │ Standard      │           │ -236.547  │     0.5588  │ Air        │       0 │         27.5    │\n",
      "│ 11 │ Standard      │           │   27.1511 │     7.62    │ SF11       │       0 │         21.817  │\n",
      "│ 12 │ Standard      │           │   21.5676 │    12.7139  │ Air        │       0 │         17.3474 │\n",
      "│ 13 │ Planar        │           │  inf      │   nan       │ Air        │       0 │         12.0626 │\n",
      "╘════╧═══════════════╧═══════════╧═══════════╧═════════════╧════════════╧═════════╧═════════════════╛\n"
     ]
    }
   ],
   "source": [
    "lens.info()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": ".venv",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.13.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
